首页> 外文会议>International Conference on Adaptive Structures and Technologies; 20061016-19; Taipei(TC) >Actuation of slender thin-wall anisotropic open cross-section beams based on asymptotically-correct Vlasov theory
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Actuation of slender thin-wall anisotropic open cross-section beams based on asymptotically-correct Vlasov theory

机译:基于渐近校正弗拉索夫理论的细长薄壁各向异性开放截面梁的驱动

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摘要

An asymptotically-correct analysis of passive anisotropic thin-wall open cross-section beam-like structures using the Variational Asymptotic Method (VAM) is extended to include embedded Active Fibre Composites (AFCs). Application of the VAM splits the problem into nonlinear one-dimensional (ID) theory along the selected beam reference line and linear 2D generalized 5×5 Vlasov theory augmented by a 5×1 actuation vector over the cross-section. The linear 2D cross-sectional theory is verified against the University of Michigan/Variational Beam Sectional Analysis (UM/VABS) software and applied to examples of the aforementioned structures with practical cross-sectional geometry and material anisotropy under DC actuating voltage. The theory is shown to be easily implemented and efficient, yet reliable enough to perform interdisciplinary studies and analysis of various engineering applications of such structures.
机译:使用变分渐近方法(VAM)对无源各向异性薄壁开放截面梁状结构进行渐近校正分析,将其扩展为包括嵌入式有源纤维复合材料(AFC)。 VAM的应用将问题沿着选定的梁参考线分为非线性一维(ID)理论和在横截面上通过5×1激励矢量增强的线性2D广义5×5 Vlasov理论。线性2D截面理论已通过密歇根大学/可变光束截面分析(UM / VABS)软件进行了验证,并应用于上述结构的示例,这些结构在直流激励电压下具有实际的截面几何形状和材料各向异性。该理论显示出易于实施和有效,但足够可靠,可以进行跨学科研究和此类结构的各种工程应用分析。

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